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Markov Process Based Array Non-Stationarity Modeling for Massive MIMO Channels

机译:基于马尔可夫过程的大规模MIMO信道阵列非平稳性建模

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摘要

For the design and performance evaluation of potential massive multiple input and multiple output (MIMO) related algorithms, accurate channel models are indispensable. Spherical wavefront and array non-stationarity due to physically large antenna array are two new characteristics specific to massive MIMO propagation. In this paper, spherical wavefront effects can be well characterized by a predefined two-dimensional multi-confocal ellipse scattering geometry as in reference [1] and a 9- state Markov process is developed to capture the channel behaviors by array non-stationarity. Meanwhile, the associated approach to derive the state transition probabilities of the Markov process based on the outfield measurements is detailed. Finally, simulation results verify the validity of our proposal.
机译:对于潜在的大规模多输入多输出(MIMO)相关算法的设计和性能评估,准确的信道模型是必不可少的。物理上较大的天线阵列导致的球面波阵面和阵列非平稳性是大规模MIMO传播特有的两个新特性。在本文中,球形波前效应可以通过参考文献[1]中定义的二维多共椭圆椭圆散射几何结构很好地表征,并且开发了一种9状态马尔可夫过程来通过阵列的非平稳性来捕获通道行为。同时,详细介绍了基于外场测量值得出马尔可夫过程的状态转移概率的相关方法。最后,仿真结果验证了我们建议的有效性。

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